Pages that link to "Item:Q5494490"
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The following pages link to Finite-time stabilisation of cyclic formations using bearing-only measurements (Q5494490):
Displaying 14 items.
- A simple proof of the Lyapunov finite-time stability theorem (Q517491) (← links)
- Specified-time bearing-based formation control of multi-agent systems via a dynamic gain approach (Q1622231) (← links)
- Scalable multi-agent formation with bearing only measurement: consensus based approach (Q1662983) (← links)
- Event-triggered-based adaptive dynamic programming for distributed formation control of multi-UAV (Q2137139) (← links)
- Distributed control of angle-constrained cyclic formations using bearing-only measurements (Q2440012) (← links)
- Bearing Rigidity and Almost Global Bearing-Only Formation Stabilization (Q2980557) (← links)
- Formation Potential Field for Trajectory Tracking Control of Multi-Agents in Constrained Space (Q3132966) (← links)
- Formations on directed cycles with bearing‐only measurements (Q4563324) (← links)
- Bearing‐only control of directed cycle formations: Almost global convergence and hardware implementation (Q4990837) (← links)
- Bearing-only formation control of multi-agent systems in local reference frames (Q5157936) (← links)
- Load reduction of a monopile wind turbine tower using optimal tuned mass dampers (Q5348284) (← links)
- On the GPI approach with unknown inertia matrix in robot manipulators (Q5494501) (← links)
- Finite-time distributed localization and multi-orbit circumnavigation with bearing-only measurements (Q6168960) (← links)
- Collision-free zero-communication finite-time target localization and circumnavigation by multiple agents using bearing-only measurements (Q6577432) (← links)
